{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "@题目2 图像风格迁移"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 构建CycleGAN"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import torch\n",
    "from torch.utils import data\n",
    "import numpy as np\n",
    "import torchvision.transforms as transforms\n",
    "import itertools\n",
    "import torch.nn.functional as F"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 构建残差块"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "class ResidualBlock(torch.nn.Module):\n",
    "    def __init__(self, in_features):\n",
    "        super(ResidualBlock, self).__init__()\n",
    "        conv_block=[  \n",
    "            torch.nn.ReflectionPad2d(1),\n",
    "            torch.nn.Conv2d(in_features, in_features, 3),\n",
    "            torch.nn.InstanceNorm2d(in_features),\n",
    "            torch.nn.ReLU(inplace=True),\n",
    "            torch.nn.ReflectionPad2d(1),\n",
    "            torch.nn.Conv2d(in_features, in_features, 3),\n",
    "            torch.nn.InstanceNorm2d(in_features)  ]\n",
    "        self.conv_block=torch.nn.Sequential(*conv_block)\n",
    "    def forward(self, x):\n",
    "        return x + self.conv_block(x)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 生成器，输入通道数和输出通道数均为RGB三通道，先通过卷积层和残差块进行下采样，然后通过转置卷积上采样为输入图像尺寸大小"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "class Generator(torch.nn.Module):\n",
    "    def __init__(self,in_nc,out_nc,n_res_blocks=9):\n",
    "        super(Generator,self).__init__()\n",
    "        self.out_nc=out_nc\n",
    "        self.in_nc=in_nc\n",
    "        self.n_res_blocks=n_res_blocks\n",
    "        in_features=64\n",
    "        out_features=in_features*2\n",
    "        self.main=[\n",
    "            #卷积 Block\n",
    "            torch.nn.ReflectionPad2d(3),\n",
    "            torch.nn.Conv2d(in_nc, 64, 7),\n",
    "            torch.nn.InstanceNorm2d(64),\n",
    "            torch.nn.ReLU(inplace=True)\n",
    "        ]\n",
    "        #下采样 Block1 2\n",
    "        for i in range(2):\n",
    "            self.main+=[\n",
    "                torch.nn.Conv2d(in_features,out_features,3,stride=2,padding=1),\n",
    "                torch.nn.InstanceNorm2d(out_features),\n",
    "                torch.nn.ReLU(inplace=True)\n",
    "            ]\n",
    "            in_features = out_features\n",
    "            out_features = in_features*2\n",
    "        #连接残差块 个数为 n_res_blocks 个\n",
    "        for i in range(n_res_blocks):\n",
    "            self.main+=[ResidualBlock(in_features)]\n",
    "        #上采样\n",
    "        out_features=in_features//2\n",
    "        self.main+=[\n",
    "            torch.nn.ConvTranspose2d(in_features,out_features,3,stride=2, padding=1, output_padding=1),\n",
    "            torch.nn.InstanceNorm2d(out_features),\n",
    "            torch.nn.ReLU(inplace=True),\n",
    "            torch.nn.ConvTranspose2d(out_features,out_features//2,3,stride=2, padding=1, output_padding=1),\n",
    "            torch.nn.InstanceNorm2d(out_features//2),\n",
    "            torch.nn.ReLU(inplace=True),\n",
    "        ]\n",
    "        #输出层\n",
    "        self.main+=[\n",
    "            torch.nn.ReflectionPad2d(3),\n",
    "            torch.nn.Conv2d(64, out_nc, 7),\n",
    "            torch.nn.Tanh()\n",
    "        ]\n",
    "        self.model=torch.nn.Sequential(*self.main)\n",
    "            \n",
    "    def forward(self,x):\n",
    "        return self.model(x)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 判别器，采用多层卷积提取图像特征，按照原论文（patchGAN）输出单值"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "class Discriminator(torch.nn.Module):\n",
    "    def __init__(self,in_nc):\n",
    "        super(Discriminator,self).__init__()\n",
    "        self.in_nc=in_nc\n",
    "        self.main=torch.nn.Sequential(\n",
    "            #卷积层 Block 1\n",
    "            torch.nn.Conv2d(in_nc, 64, 4, stride=2, padding=1),\n",
    "            torch.nn.LeakyReLU(0.2, inplace=True),\n",
    "            #卷积层 Block 2\n",
    "            torch.nn.Conv2d(64, 128, 4, stride=2, padding=1),\n",
    "            torch.nn.InstanceNorm2d(128),\n",
    "            torch.nn.LeakyReLU(0.2, inplace=True),\n",
    "            #卷积层 Block 3\n",
    "            torch.nn.Conv2d(128, 256, 4, stride=2, padding=1),\n",
    "            torch.nn.InstanceNorm2d(256),\n",
    "            torch.nn.LeakyReLU(0.2, inplace=True),\n",
    "            #卷积层 Block 4\n",
    "            torch.nn.Conv2d(256, 512, 4, padding=1),\n",
    "            torch.nn.InstanceNorm2d(512),\n",
    "            torch.nn.LeakyReLU(0.2, inplace=True),\n",
    "            #卷积层 Block 5    Patch GAN\n",
    "            torch.nn.Conv2d(512, 1, 4, padding=1),\n",
    "        )\n",
    "    def forward(self,x):\n",
    "        x=self.main(x)\n",
    "        return F.avg_pool2d(x,x.size()[2:]).view(x.size()[0],-1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 数据处理和其他设置"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 编写tensor转image方法"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "def tensor2image(tensor):\n",
    "    image = 127.5*(tensor[0].cpu().float().numpy() + 1.0)\n",
    "    if image.shape[0] == 1:\n",
    "        image = np.tile(image, (3,1,1))\n",
    "    return image.astype(np.uint8)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 图像大小设置为3x256x256，实例化两个生成器和两个判别器"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<All keys matched successfully>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "image_size=256\n",
    "dev=torch.device('cuda:0')\n",
    "netG_A2B = Generator(3,3).to(dev)\n",
    "netG_B2A = Generator(3,3).to(dev)\n",
    "netD_A = Discriminator(3).to(dev)\n",
    "netD_B = Discriminator(3).to(dev)\n",
    "netG_A2B.load_state_dict(torch.load('./data/1CycleGAN-netG_A2B.pth'))    # 加载模型参数\n",
    "netG_B2A.load_state_dict(torch.load('./data/1CycleGAN-netG_B2A.pth'))\n",
    "netD_A.load_state_dict(torch.load('./data/1CycleGAN-netD_A.pth'))\n",
    "netD_B.load_state_dict(torch.load('./data/1CycleGAN-netD_B.pth'))\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Loss函数，分别为对抗损失、循环一致损失、identity损失（GAA/GBB输入输出差异）"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "criterion_GAN = torch.nn.MSELoss().to(dev)\n",
    "criterion_cycle = torch.nn.L1Loss().to(dev)\n",
    "criterion_identity = torch.nn.L1Loss().to(dev)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 学习率更新"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "class LambdaLR():\n",
    "    def __init__(self, n_epochs, offset, decay_start_epoch):\n",
    "        assert ((n_epochs - decay_start_epoch) > 0), \n",
    "        self.n_epochs = n_epochs\n",
    "        self.offset = offset\n",
    "        self.decay_start_epoch = decay_start_epoch\n",
    "\n",
    "    def step(self, epoch):\n",
    "        return 1.0 - max(0, epoch + self.offset - self.decay_start_epoch)/(self.n_epochs - self.decay_start_epoch)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 学习率下降的Adam优化器"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "from torch.optim import lr_scheduler\n",
    "optimizer_G = torch.optim.Adam(itertools.chain(netG_A2B.parameters(), netG_B2A.parameters()),\n",
    "                                lr=0.0003, betas=(0.9, 0.999))\n",
    "optimizer_D_A = torch.optim.Adam(netD_A.parameters(), lr=0.0003, betas=(0.9, 0.999))\n",
    "optimizer_D_B = torch.optim.Adam(netD_B.parameters(), lr=0.0003, betas=(0.9, 0.999))\n",
    "scheduler1 = lr_scheduler.ExponentialLR(optimizer_G, gamma=0.9)\n",
    "scheduler2 = lr_scheduler.ExponentialLR(optimizer_D_A, gamma=0.9)\n",
    "scheduler3 = lr_scheduler.ExponentialLR(optimizer_D_B, gamma=0.9)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## ImageDataset继承Dataset，读入A、B两种风格的图像"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "import glob\n",
    "class ImageDataset(torch.utils.data.Dataset):\n",
    "    def __init__(self, root, transforms_=None, unaligned=False, mode='train'):\n",
    "        self.transform = transforms_\n",
    "        self.unaligned = unaligned\n",
    "\n",
    "        self.files_A = sorted(glob.glob(os.path.join(root, 'trainA') + '/*.*'))\n",
    "        self.files_B = sorted(glob.glob(os.path.join(root, 'trainB') + '/*.*'))\n",
    "    \n",
    "    #重写使用[]查找对应下标元素时的返回值\n",
    "    def __getitem__(self, index):\n",
    "        item_A = self.transform(Image.open(self.files_A[index % len(self.files_A)]))\n",
    "\n",
    "        if self.unaligned:\n",
    "            item_B = self.transform(Image.open(self.files_B[random.randint(0, len(self.files_B) - 1)]))\n",
    "        else:\n",
    "            item_B = self.transform(Image.open(self.files_B[index % len(self.files_B)]))\n",
    "\n",
    "        return {'A': item_A, 'B': item_B}\n",
    "    #重写len(当前类实例)的返回值\n",
    "    def __len__(self):\n",
    "        return max(len(self.files_A), len(self.files_B))\n",
    "    def pp(self):\n",
    "        print(self.files_A)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 图像随机水平翻转和裁剪，并归一化、转换为tensor"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "collapsed": true
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/asd/anaconda3/lib/python3.9/site-packages/torchvision/transforms/transforms.py:329: UserWarning: Argument 'interpolation' of type int is deprecated since 0.13 and will be removed in 0.15. Please use InterpolationMode enum.\n",
      "  warnings.warn(\n"
     ]
    }
   ],
   "source": [
    "from PIL import Image\n",
    "ts= transforms.Compose([ transforms.Resize(image_size, Image.BICUBIC), \n",
    "                transforms.RandomHorizontalFlip(p=0.5),\n",
    "                transforms.RandomCrop(image_size),\n",
    "                transforms.ToTensor(),\n",
    "                transforms.Normalize((0.5,0.5,0.5), (0.5,0.5,0.5)) ])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 读入梵高绘制图像数据集和照片数据集"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "batch_size=4\n",
    "dataloader = data.DataLoader(ImageDataset('./data/vango/vangogh2photo/', transforms_=ts, unaligned=True), \n",
    "                        batch_size=batch_size,shuffle=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 缓存区，用于存放batch中标签"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "class ReplayBuffer():\n",
    "    def __init__(self, max_size=50):\n",
    "        assert (max_size > 0), 'Empty buffer or trying to create a black hole. Be careful.'\n",
    "        self.max_size = max_size\n",
    "        self.data = []\n",
    "\n",
    "    def push_and_pop(self, data):\n",
    "        to_return = []\n",
    "        for element in data.data:\n",
    "            element = torch.unsqueeze(element, 0)\n",
    "            #缓冲区未满，直接放进去\n",
    "            if len(self.data) < self.max_size:\n",
    "                self.data.append(element)\n",
    "                to_return.append(element)\n",
    "            #缓冲区满了\n",
    "            else:\n",
    "                #随机做以下两个动作之一\n",
    "                #复制缓冲区内的一个元素，放入to_return\n",
    "                #然后更新缓冲区被复制元素为当前的元素element\n",
    "                if random.uniform(0,1) > 0.5:\n",
    "                    i = random.randint(0, self.max_size-1)\n",
    "                    to_return.append(self.data[i].clone())\n",
    "                    self.data[i] = element\n",
    "                #直接把当前元素element放入to_return\n",
    "                else:\n",
    "                    to_return.append(element)\n",
    "        return Variable(torch.cat(to_return))\n",
    "fake_A_buffer = ReplayBuffer()\n",
    "fake_B_buffer = ReplayBuffer()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 训练模型"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 创建用于存储输入输出的Tensor，为节省显存，此处采用Copy方式（需要注意batch整除）"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "#真实域内图像\n",
    "import random\n",
    "from torch.autograd import Variable\n",
    "\n",
    "input_A = torch.Tensor(batch_size, 3, image_size, image_size).to(dev)\n",
    "input_B = torch.Tensor(batch_size, 3, image_size, image_size).to(dev)\n",
    "#label\n",
    "target_real = Variable(torch.Tensor(batch_size).fill_(1.0), requires_grad=False).to(dev)\n",
    "target_fake = Variable(torch.Tensor(batch_size).fill_(0.0), requires_grad=False).to(dev)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "for i, batch in enumerate(dataloader):\n",
    "    real_A = Variable(input_A.copy_(batch['A'])).to(dev)\n",
    "    real_B = Variable(input_B.copy_(batch['B'])).to(dev)\n",
    "    break"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 训练模型，此处为中间某5个epoch"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "epoch: 0 ,i: 0 loss_G 5.188468933105469 loss_G_identity 1.4539422988891602 loss_G_GAN 0.5347850322723389 loss_G_cycle 3.199741840362549 loss_D 0.35007497668266296\n",
      "epoch: 0 ,i: 30 loss_G 5.0899810791015625 loss_G_identity 1.314581036567688 loss_G_GAN 0.9275108575820923 loss_G_cycle 2.847888946533203 loss_D 0.329265296459198\n",
      "epoch: 0 ,i: 60 loss_G 4.429580211639404 loss_G_identity 1.0112534761428833 loss_G_GAN 1.029412031173706 loss_G_cycle 2.3889145851135254 loss_D 0.13515380024909973\n",
      "epoch: 0 ,i: 90 loss_G 4.501770496368408 loss_G_identity 1.2544327974319458 loss_G_GAN 0.6138112545013428 loss_G_cycle 2.63352632522583 loss_D 0.24571768939495087\n",
      "epoch: 0 ,i: 120 loss_G 4.4961748123168945 loss_G_identity 1.292556881904602 loss_G_GAN 0.4199586510658264 loss_G_cycle 2.783658981323242 loss_D 0.3100891411304474\n",
      "epoch: 0 ,i: 150 loss_G 5.448770046234131 loss_G_identity 1.3889304399490356 loss_G_GAN 1.019916296005249 loss_G_cycle 3.0399231910705566 loss_D 0.24845461547374725\n",
      "epoch: 0 ,i: 180 loss_G 5.207403182983398 loss_G_identity 1.2660913467407227 loss_G_GAN 1.1481432914733887 loss_G_cycle 2.793168783187866 loss_D 0.2936105728149414\n",
      "epoch: 0 ,i: 210 loss_G 4.875637531280518 loss_G_identity 1.105337142944336 loss_G_GAN 1.052978515625 loss_G_cycle 2.7173216342926025 loss_D 0.12780314683914185\n",
      "epoch: 0 ,i: 240 loss_G 4.834474563598633 loss_G_identity 1.2246812582015991 loss_G_GAN 0.9879480600357056 loss_G_cycle 2.6218457221984863 loss_D 0.15424716472625732\n",
      "epoch: 0 ,i: 270 loss_G 4.402259826660156 loss_G_identity 1.1840872764587402 loss_G_GAN 0.6066588163375854 loss_G_cycle 2.611513614654541 loss_D 0.21398314833641052\n",
      "epoch: 0 ,i: 300 loss_G 4.691809177398682 loss_G_identity 1.1335467100143433 loss_G_GAN 0.9735617637634277 loss_G_cycle 2.584700584411621 loss_D 0.21999479830265045\n",
      "epoch: 0 ,i: 330 loss_G 4.689109802246094 loss_G_identity 1.0611504316329956 loss_G_GAN 1.0431758165359497 loss_G_cycle 2.5847833156585693 loss_D 0.12460285425186157\n",
      "epoch: 0 ,i: 360 loss_G 5.402011394500732 loss_G_identity 1.1904475688934326 loss_G_GAN 1.4976774454116821 loss_G_cycle 2.713886022567749 loss_D 0.2499857097864151\n",
      "epoch: 0 ,i: 390 loss_G 4.841059684753418 loss_G_identity 1.240871787071228 loss_G_GAN 0.8277393579483032 loss_G_cycle 2.772448778152466 loss_D 0.19428443908691406\n",
      "epoch: 0 ,i: 420 loss_G 4.561167240142822 loss_G_identity 1.1989409923553467 loss_G_GAN 0.7273571491241455 loss_G_cycle 2.63486909866333 loss_D 0.20749571919441223\n",
      "epoch: 0 ,i: 450 loss_G 4.676445960998535 loss_G_identity 1.2352499961853027 loss_G_GAN 0.9003434777259827 loss_G_cycle 2.5408525466918945 loss_D 0.20447057485580444\n",
      "epoch: 0 ,i: 480 loss_G 5.326478004455566 loss_G_identity 1.188739538192749 loss_G_GAN 0.9640970230102539 loss_G_cycle 3.1736416816711426 loss_D 0.23522540926933289\n",
      "epoch: 0 ,i: 510 loss_G 4.388009071350098 loss_G_identity 1.2348475456237793 loss_G_GAN 0.6310102939605713 loss_G_cycle 2.522151470184326 loss_D 0.2534259557723999\n",
      "epoch: 0 ,i: 540 loss_G 5.323453426361084 loss_G_identity 1.2553540468215942 loss_G_GAN 1.4428049325942993 loss_G_cycle 2.6252944469451904 loss_D 0.22509035468101501\n",
      "epoch: 0 ,i: 570 loss_G 5.302691459655762 loss_G_identity 1.1972286701202393 loss_G_GAN 1.2170894145965576 loss_G_cycle 2.8883731365203857 loss_D 0.10218032449483871\n",
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      "epoch: 4 ,i: 0 loss_G 4.481234550476074 loss_G_identity 1.0130187273025513 loss_G_GAN 0.9632396697998047 loss_G_cycle 2.504976272583008 loss_D 0.16750290989875793\n",
      "epoch: 4 ,i: 30 loss_G 4.314630508422852 loss_G_identity 0.9985328912734985 loss_G_GAN 1.071263313293457 loss_G_cycle 2.2448344230651855 loss_D 0.18556712567806244\n",
      "epoch: 4 ,i: 60 loss_G 4.024971961975098 loss_G_identity 1.0933725833892822 loss_G_GAN 0.5143052935600281 loss_G_cycle 2.4172940254211426 loss_D 0.30288976430892944\n",
      "epoch: 4 ,i: 90 loss_G 4.313704013824463 loss_G_identity 0.9928120374679565 loss_G_GAN 0.9810771346092224 loss_G_cycle 2.3398146629333496 loss_D 0.19761507213115692\n",
      "epoch: 4 ,i: 120 loss_G 4.671516418457031 loss_G_identity 0.9582840800285339 loss_G_GAN 1.2128136157989502 loss_G_cycle 2.5004184246063232 loss_D 0.10836218297481537\n",
      "epoch: 4 ,i: 150 loss_G 4.282835483551025 loss_G_identity 1.0197486877441406 loss_G_GAN 0.8452831506729126 loss_G_cycle 2.4178035259246826 loss_D 0.28458571434020996\n",
      "epoch: 4 ,i: 180 loss_G 4.200699806213379 loss_G_identity 1.0115119218826294 loss_G_GAN 0.9731672406196594 loss_G_cycle 2.2160205841064453 loss_D 0.16540604829788208\n",
      "epoch: 4 ,i: 210 loss_G 4.914494037628174 loss_G_identity 1.083146333694458 loss_G_GAN 1.1319098472595215 loss_G_cycle 2.6994378566741943 loss_D 0.08822903037071228\n",
      "epoch: 4 ,i: 240 loss_G 4.482928276062012 loss_G_identity 1.0121214389801025 loss_G_GAN 1.1179311275482178 loss_G_cycle 2.3528759479522705 loss_D 0.18849965929985046\n",
      "epoch: 4 ,i: 270 loss_G 5.296786308288574 loss_G_identity 1.2185490131378174 loss_G_GAN 1.6389362812042236 loss_G_cycle 2.4393012523651123 loss_D 0.3034639358520508\n",
      "epoch: 4 ,i: 300 loss_G 4.92557954788208 loss_G_identity 1.2104038000106812 loss_G_GAN 1.0487737655639648 loss_G_cycle 2.6664016246795654 loss_D 0.25990116596221924\n",
      "epoch: 4 ,i: 330 loss_G 4.603558540344238 loss_G_identity 1.052297830581665 loss_G_GAN 1.3017961978912354 loss_G_cycle 2.249464750289917 loss_D 0.10786689817905426\n",
      "epoch: 4 ,i: 360 loss_G 4.4660491943359375 loss_G_identity 1.0369908809661865 loss_G_GAN 1.2070176601409912 loss_G_cycle 2.2220406532287598 loss_D 0.10427733510732651\n",
      "epoch: 4 ,i: 390 loss_G 4.104761600494385 loss_G_identity 0.9497120976448059 loss_G_GAN 0.8003512620925903 loss_G_cycle 2.3546981811523438 loss_D 0.14986072480678558\n",
      "epoch: 4 ,i: 420 loss_G 5.052578926086426 loss_G_identity 1.0076351165771484 loss_G_GAN 1.202552080154419 loss_G_cycle 2.8423914909362793 loss_D 0.27941522002220154\n",
      "epoch: 4 ,i: 450 loss_G 4.023701190948486 loss_G_identity 0.8849069476127625 loss_G_GAN 1.0168046951293945 loss_G_cycle 2.1219897270202637 loss_D 0.1301264762878418\n",
      "epoch: 4 ,i: 480 loss_G 4.164339065551758 loss_G_identity 0.9179773330688477 loss_G_GAN 1.0901415348052979 loss_G_cycle 2.156219959259033 loss_D 0.17385035753250122\n",
      "epoch: 4 ,i: 510 loss_G 4.55853796005249 loss_G_identity 1.096137285232544 loss_G_GAN 1.1413657665252686 loss_G_cycle 2.3210349082946777 loss_D 0.24769629538059235\n",
      "epoch: 4 ,i: 540 loss_G 4.252936363220215 loss_G_identity 0.9704245328903198 loss_G_GAN 0.8695463538169861 loss_G_cycle 2.412965774536133 loss_D 0.18770819902420044\n",
      "epoch: 4 ,i: 570 loss_G 4.599525451660156 loss_G_identity 0.9612602591514587 loss_G_GAN 1.3242464065551758 loss_G_cycle 2.314018964767456 loss_D 0.21302756667137146\n",
      "epoch: 4 ,i: 600 loss_G 3.926034450531006 loss_G_identity 0.8258033990859985 loss_G_GAN 1.0569508075714111 loss_G_cycle 2.0432803630828857 loss_D 0.16260842978954315\n",
      "epoch: 4 ,i: 630 loss_G 3.91405987739563 loss_G_identity 0.793327808380127 loss_G_GAN 1.096594214439392 loss_G_cycle 2.0241379737854004 loss_D 0.0805462896823883\n",
      "epoch: 4 ,i: 660 loss_G 3.919109344482422 loss_G_identity 0.9183496236801147 loss_G_GAN 0.936164379119873 loss_G_cycle 2.0645952224731445 loss_D 0.09575121849775314\n",
      "epoch: 4 ,i: 690 loss_G 4.0709333419799805 loss_G_identity 0.8382139801979065 loss_G_GAN 1.1768194437026978 loss_G_cycle 2.0559003353118896 loss_D 0.17114493250846863\n",
      "epoch: 4 ,i: 720 loss_G 3.908569812774658 loss_G_identity 0.8707370162010193 loss_G_GAN 0.9275485873222351 loss_G_cycle 2.1102840900421143 loss_D 0.10716910660266876\n",
      "epoch: 4 ,i: 750 loss_G 3.920459747314453 loss_G_identity 0.8344475030899048 loss_G_GAN 0.9575116038322449 loss_G_cycle 2.1285006999969482 loss_D 0.0882120281457901\n",
      "epoch: 4 ,i: 780 loss_G 4.649599075317383 loss_G_identity 1.0444086790084839 loss_G_GAN 0.8261464238166809 loss_G_cycle 2.779043674468994 loss_D 0.13916385173797607\n",
      "epoch: 4 ,i: 810 loss_G 4.090054035186768 loss_G_identity 0.8294087648391724 loss_G_GAN 1.220958948135376 loss_G_cycle 2.0396862030029297 loss_D 0.12161976099014282\n",
      "epoch: 4 ,i: 840 loss_G 3.9642224311828613 loss_G_identity 0.9141521453857422 loss_G_GAN 0.9649505615234375 loss_G_cycle 2.0851197242736816 loss_D 0.3214253783226013\n",
      "epoch: 4 ,i: 870 loss_G 4.96574068069458 loss_G_identity 1.1084463596343994 loss_G_GAN 1.1425507068634033 loss_G_cycle 2.7147436141967773 loss_D 0.1838754415512085\n",
      "epoch: 4 ,i: 900 loss_G 4.799240589141846 loss_G_identity 1.075911045074463 loss_G_GAN 1.2602976560592651 loss_G_cycle 2.463031768798828 loss_D 0.20059292018413544\n",
      "epoch: 4 ,i: 930 loss_G 4.895905494689941 loss_G_identity 1.1120085716247559 loss_G_GAN 1.272907018661499 loss_G_cycle 2.5109901428222656 loss_D 0.16194596886634827\n",
      "epoch: 4 ,i: 960 loss_G 5.429659843444824 loss_G_identity 1.3754242658615112 loss_G_GAN 1.2252615690231323 loss_G_cycle 2.8289742469787598 loss_D 0.3356334865093231\n",
      "epoch: 4 ,i: 990 loss_G 5.535708427429199 loss_G_identity 1.2534427642822266 loss_G_GAN 1.1845290660858154 loss_G_cycle 3.097736358642578 loss_D 0.23635077476501465\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "epoch: 4 ,i: 1020 loss_G 4.99410343170166 loss_G_identity 1.1588565111160278 loss_G_GAN 1.232912540435791 loss_G_cycle 2.602334499359131 loss_D 0.1470627337694168\n",
      "epoch: 4 ,i: 1050 loss_G 4.202273845672607 loss_G_identity 0.9191809296607971 loss_G_GAN 0.9682221412658691 loss_G_cycle 2.314870834350586 loss_D 0.24757978320121765\n",
      "epoch: 4 ,i: 1080 loss_G 4.273933410644531 loss_G_identity 0.9793670773506165 loss_G_GAN 0.8793244957923889 loss_G_cycle 2.4152421951293945 loss_D 0.25633901357650757\n",
      "epoch: 4 ,i: 1110 loss_G 4.425793647766113 loss_G_identity 0.9230508804321289 loss_G_GAN 1.0977565050125122 loss_G_cycle 2.4049861431121826 loss_D 0.20324593782424927\n",
      "epoch: 4 ,i: 1140 loss_G 4.252071380615234 loss_G_identity 0.9302159547805786 loss_G_GAN 0.9848240613937378 loss_G_cycle 2.337031364440918 loss_D 0.13311277329921722\n",
      "epoch: 4 ,i: 1170 loss_G 4.28807258605957 loss_G_identity 0.9641852378845215 loss_G_GAN 0.9834837913513184 loss_G_cycle 2.3404035568237305 loss_D 0.2877174913883209\n",
      "epoch: 4 ,i: 1200 loss_G 3.7062368392944336 loss_G_identity 0.9452320337295532 loss_G_GAN 0.7108535170555115 loss_G_cycle 2.0501513481140137 loss_D 0.19924409687519073\n",
      "epoch: 4 ,i: 1230 loss_G 4.035299301147461 loss_G_identity 0.8787021636962891 loss_G_GAN 1.0461041927337646 loss_G_cycle 2.110492706298828 loss_D 0.23236970603466034\n",
      "epoch: 4 ,i: 1260 loss_G 3.6717653274536133 loss_G_identity 0.8958168029785156 loss_G_GAN 0.7120898962020874 loss_G_cycle 2.0638585090637207 loss_D 0.2547641396522522\n",
      "epoch: 4 ,i: 1290 loss_G 4.691699028015137 loss_G_identity 1.1088759899139404 loss_G_GAN 1.3012864589691162 loss_G_cycle 2.281536340713501 loss_D 0.16248099505901337\n",
      "epoch: 4 ,i: 1320 loss_G 4.052106857299805 loss_G_identity 0.9354369044303894 loss_G_GAN 0.8502291440963745 loss_G_cycle 2.2664406299591064 loss_D 0.15282951295375824\n",
      "epoch: 4 ,i: 1350 loss_G 4.0705461502075195 loss_G_identity 0.8200056552886963 loss_G_GAN 1.0978317260742188 loss_G_cycle 2.1527087688446045 loss_D 0.16271309554576874\n",
      "epoch: 4 ,i: 1380 loss_G 4.500395774841309 loss_G_identity 0.9403517842292786 loss_G_GAN 1.248042106628418 loss_G_cycle 2.312002182006836 loss_D 0.13951577246189117\n",
      "epoch: 4 ,i: 1410 loss_G 4.104877471923828 loss_G_identity 0.8929673433303833 loss_G_GAN 1.0424367189407349 loss_G_cycle 2.169473648071289 loss_D 0.19392338395118713\n",
      "epoch: 4 ,i: 1440 loss_G 5.088322639465332 loss_G_identity 1.0036652088165283 loss_G_GAN 1.67598295211792 loss_G_cycle 2.408674478530884 loss_D 0.19952422380447388\n",
      "epoch: 4 ,i: 1470 loss_G 4.202385425567627 loss_G_identity 0.8920121192932129 loss_G_GAN 1.2016435861587524 loss_G_cycle 2.108729839324951 loss_D 0.08612977713346481\n",
      "epoch: 4 ,i: 1500 loss_G 3.998774290084839 loss_G_identity 0.920333981513977 loss_G_GAN 0.8719282746315002 loss_G_cycle 2.206511974334717 loss_D 0.2963095009326935\n",
      "epoch: 4 ,i: 1530 loss_G 4.22490119934082 loss_G_identity 0.9971234798431396 loss_G_GAN 0.8124464750289917 loss_G_cycle 2.4153311252593994 loss_D 0.20932058990001678\n",
      "epoch: 4 ,i: 1560 loss_G 4.110593318939209 loss_G_identity 0.8606388568878174 loss_G_GAN 1.1036258935928345 loss_G_cycle 2.1463284492492676 loss_D 0.18588173389434814\n",
      "epoch: 4 loss_G 4.734490394592285 loss_G_identity 0.9597266912460327 loss_G_GAN 1.326052188873291 loss_G_cycle 2.448711395263672 loss_D 0.2099064737558365\n"
     ]
    }
   ],
   "source": [
    "for epoch in range(0, 30):\n",
    "    for i, batch in enumerate(dataloader):\n",
    "        # 获取域A和域B中一个batch的真实图像\n",
    "        real_A = Variable(input_A.copy_(batch['A'])).to(dev)\n",
    "        real_B = Variable(input_B.copy_(batch['B'])).to(dev)\n",
    "\n",
    "        ###### Generators A2B and B2A ######\n",
    "        optimizer_G.zero_grad()\n",
    "\n",
    "        # loss part1 ：Identity loss\n",
    "        # 如果输入是B_real，那么应该输出B_real\n",
    "        same_B = netG_A2B(real_B)\n",
    "        loss_identity_B = criterion_identity(same_B, real_B)*5.0\n",
    "        # 如果输入是A_real，那么应该输出A_real\n",
    "        same_A = netG_B2A(real_A)\n",
    "        loss_identity_A = criterion_identity(same_A, real_A)*5.0\n",
    "\n",
    "        # loss part2 ：GAN loss，即对抗损失\n",
    "        fake_B = netG_A2B(real_A)#real_A->fake_B\n",
    "        pred_fake = netD_B(fake_B).squeeze(-1)\n",
    "        loss_GAN_A2B = criterion_GAN(pred_fake, target_real)\n",
    "\n",
    "        fake_A = netG_B2A(real_B)#real_B ->fake_A\n",
    "        pred_fake = netD_A(fake_A).squeeze(-1)\n",
    "        loss_GAN_B2A = criterion_GAN(pred_fake, target_real)\n",
    "\n",
    "        # loss part3 ：循环一致性损失\n",
    "        recovered_A = netG_B2A(fake_B)\n",
    "        loss_cycle_ABA = criterion_cycle(recovered_A, real_A)*10.0\n",
    "\n",
    "        recovered_B = netG_A2B(fake_A)\n",
    "        loss_cycle_BAB = criterion_cycle(recovered_B, real_B)*10.0\n",
    "\n",
    "        # 生成器总的loss\n",
    "        loss_G = loss_identity_A + loss_identity_B + loss_GAN_A2B + loss_GAN_B2A + loss_cycle_ABA + loss_cycle_BAB\n",
    "        loss_G.backward()\n",
    "        \n",
    "        #更新两个生成器的参数\n",
    "        optimizer_G.step()\n",
    "        ###################################\n",
    "        \n",
    "        \n",
    "        #两个判别器的损失函数和原始GAN的一致，只是度量方式由交叉熵改为了mse\n",
    "        ###### Discriminator A ######\n",
    "        optimizer_D_A.zero_grad()\n",
    "\n",
    "        # Real loss\n",
    "        pred_real = netD_A(real_A).squeeze(-1)\n",
    "        loss_D_real = criterion_GAN(pred_real, target_real)\n",
    "\n",
    "        # Fake loss\n",
    "        fake_A = fake_A_buffer.push_and_pop(fake_A)\n",
    "        pred_fake = netD_A(fake_A.detach()).squeeze(-1)\n",
    "        loss_D_fake = criterion_GAN(pred_fake, target_fake)\n",
    "\n",
    "        # Total loss\n",
    "        loss_D_A = (loss_D_real + loss_D_fake)*0.5\n",
    "        loss_D_A.backward()\n",
    "\n",
    "        optimizer_D_A.step()\n",
    "        ###################################\n",
    "\n",
    "        \n",
    "        ###### Discriminator B ######\n",
    "        optimizer_D_B.zero_grad()\n",
    "\n",
    "        # Real loss\n",
    "        pred_real = netD_B(real_B).squeeze(-1)\n",
    "        loss_D_real = criterion_GAN(pred_real, target_real)\n",
    "        \n",
    "        # Fake loss\n",
    "        fake_B = fake_B_buffer.push_and_pop(fake_B)\n",
    "        pred_fake = netD_B(fake_B.detach()).squeeze(-1)\n",
    "        loss_D_fake = criterion_GAN(pred_fake, target_fake)\n",
    "\n",
    "        # Total loss\n",
    "        loss_D_B = (loss_D_real + loss_D_fake)*0.5\n",
    "        loss_D_B.backward()\n",
    "\n",
    "        optimizer_D_B.step()\n",
    "        ###################################\n",
    "        if i%30==0:\n",
    "            print('epoch:',epoch,',i:',i,'loss_G', loss_G.item(),'loss_G_identity', (loss_identity_A + loss_identity_B).item(), 'loss_G_GAN', (loss_GAN_A2B + loss_GAN_B2A).item(),\n",
    "                    'loss_G_cycle', (loss_cycle_ABA + loss_cycle_BAB).item(), 'loss_D',(loss_D_A + loss_D_B).item())\n",
    "\n",
    "        # Progress report (http://localhost:8097)\n",
    "    print('epoch:',epoch,'loss_G', loss_G.item(), 'loss_G_identity', (loss_identity_A + loss_identity_B).item(), 'loss_G_GAN', (loss_GAN_A2B + loss_GAN_B2A).item(),\n",
    "                    'loss_G_cycle', (loss_cycle_ABA + loss_cycle_BAB).item(), 'loss_D',(loss_D_A + loss_D_B).item())\n",
    "\n",
    "    scheduler1.step()\n",
    "    scheduler2.step()\n",
    "    scheduler3.step()\n",
    "#     # Save models checkpoints\n",
    "# torch.save(netG_A2B.state_dict(), './data/CycleGAN-netG_A2B.pth')\n",
    "# torch.save(netG_B2A.state_dict(), './data/CycleGAN-netG_B2A.pth')\n",
    "# torch.save(netD_A.state_dict(), './data/CycleGAN-netD_A.pth')\n",
    "# torch.save(netD_B.state_dict(), './data/CycleGAN-netD_B.pth')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 模型效果展示"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 绘图函数，用于绘制训练集中效果图"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "from PIL import Image\n",
    "def show(net_A,net_B,real_A,real_B):\n",
    "    with torch.no_grad():\n",
    "        img_1=net_A(real_B[2])\n",
    "        img_2=net_B(real_A[2])\n",
    "    print(img_1.shape)\n",
    "    im1_s=real_B[2].mul(255).add_(0.5).clamp_(0, 255).permute(1, 2, 0).to('cpu', torch.uint8).numpy()\n",
    "    im1=img_1.mul(255).add_(0.5).clamp_(0, 255).permute(1, 2, 0).to('cpu', torch.uint8).numpy()\n",
    "    print(im1.shape)\n",
    "    im1_s = Image.fromarray(np.array(im1_s))\n",
    "    im1 = Image.fromarray(np.array(im1))\n",
    "    im1_s.show()\n",
    "    im1.show()\n",
    "#     im2.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([3, 256, 256])\n",
      "(256, 256, 3)\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=256x256 at 0x7FDF36D13880>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=256x256 at 0x7FDF36D131F0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "show(netG_B2A,netG_A2B,real_A,real_B)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 保存模型参数"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [],
   "source": [
    "# torch.save(netG_A2B.state_dict(), './data/CycleGAN-netG_A2B.pth')\n",
    "# torch.save(netG_B2A.state_dict(), './data/CycleGAN-netG_B2A.pth')\n",
    "# torch.save(netD_A.state_dict(), './data/CycleGAN-netD_A.pth')\n",
    "# torch.save(netD_B.state_dict(), './data/CycleGAN-netD_B.pth')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 输入一张测试图片，展示风格迁移效果"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "metadata": {},
   "outputs": [],
   "source": [
    "from PIL import Image\n",
    "from torchvision import transforms\n",
    "def showOwnPic(net_A,pic_dir):\n",
    "    trans=transforms.Compose([\n",
    "        transforms.Resize([224,224]),\n",
    "        transforms.ToTensor(),\n",
    "        transforms.Normalize((0.5,0.5,0.5),(0.5,0.5,0.5))\n",
    "    ])\n",
    "    img=trans(Image.open(pic_dir).convert('RGB'))\n",
    "    print(img.shape)\n",
    "    with torch.no_grad():\n",
    "        img_1=net_A(img.to(dev))\n",
    "    im1_s=img.mul(255).add_(0.5).clamp_(0, 255).permute(1, 2, 0).to('cpu', torch.uint8).numpy()\n",
    "    im1=img_1.mul(255).add_(0.5).clamp_(0, 255).permute(1, 2, 0).to('cpu', torch.uint8).numpy()\n",
    "    print(im1.shape)\n",
    "    im1_s = Image.fromarray(np.array(im1_s))\n",
    "    im1 = Image.fromarray(np.array(im1))\n",
    "    im1_s.show()\n",
    "    im1.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([3, 224, 224])\n",
      "(224, 224, 3)\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=224x224 at 0x7FDEEF6E2760>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<PIL.Image.Image image mode=RGB size=224x224 at 0x7FDED5D7D790>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "showOwnPic(netG_B2A,'./data/15.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
  },
  "toc": {
   "base_numbering": 1,
   "nav_menu": {},
   "number_sections": true,
   "sideBar": true,
   "skip_h1_title": false,
   "title_cell": "Table of Contents",
   "title_sidebar": "Contents",
   "toc_cell": false,
   "toc_position": {
    "height": "calc(100% - 180px)",
    "left": "10px",
    "top": "150px",
    "width": "250.43478393554688px"
   },
   "toc_section_display": true,
   "toc_window_display": true
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
